摘要
用一种简单的方法证明了广义的Halanay不等式,此类不等式可以用来研究时滞微分方程的动态行为.据此研究了一类多时滞的控制系统并得到系统全局指数稳定的充分条件,并通过应用实例部分验证所得结论的有效性.
A general Halanay inequality was formulated by a simple method. It could be applied to the study of dynamical behavior of delay different equations. A class of control system was considered with multi-delay and a sufficient condition to guarantee the global exponential stability was established. At last, applications demonstrated part of the effectivity of the development method.
出处
《仲恺农业工程学院学报》
CAS
2015年第3期57-59,共3页
Journal of Zhongkai University of Agriculture and Engineering
基金
Supported by Natural Science Foundation of Guangdong(A01010701)
